Quote of the Day: 
"Small minds discuss persons. Average minds
      discuss events. Great minds discuss ideas.
      Really great minds discuss mathematics."

Objectives:
The student will review all the concepts of logarithms and 
exponential functions.
The student will review the derivatives of logs and 
exponential functions.
The student will review the derivatives of inverse 
      trigonometric functions.
The student will review L'Hôpital's Rule.

     
1. Collect homework.  

2. Distribute the list of derivative formulas.

3. Distribute the work sheet on derivatives and have 
      students complete it.

4. Discuss outline of test:

   1-9  Multiple Choice
	Find inverse function of y=tan(x), y=ln(x), y=e^x,
		y = x/(x+1), etc.
	Evaluate logs, ArcSin(x), etc.
	Limits (with L'Hopital's Rule)
	Take derivatives of ln(u), e^u, ArcCos(x) with 
        Quotient, Product
	Related Rates
	Take derivative of a variable to a variable
 	Solve Logarithmic Equations
        Domain / Range of inverse trig 

  10-20 Free Response 
	Chain Rule with inverse Trig and e^x and ln(x)
        Exact Value of Inverse Trig (like Mini Exam#1)
	Implicit Differentiation
	Prove derivative formula for inverse trig
	Graph inverse trig functions
	Related rates
	Limits (with L'Hopital's Rule)
        Derivatives of exponentials and logs
        Compound Interest Problems

5. Assignment: 
   	Study for the test on Chapter 4

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